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          |  | Volume 10, Issue 1, Article 17 |  |   
          |  |  |  |  |  |  | The Alexander Transformation of a Subclass of Spirallike Functions of Type $ \beta$
 
 
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          |  |  | Authors: | Qinghua Xu, Sanya Lu, |  |   
          |  |  | Keywords: | Univalent functions, Starlike functions of order $lpha$, spirallike functions of type $eta$, Integral transformations. |  |   
          |  |  | Date Received: | 13/08/08 |  |   
          |  |  | Date Accepted: | 27/12/08 |  |   
          |  |  | Subject Codes: | 30C45 |  |   
          |  |  | Editors: | Gabriela Kohr, |  |   
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          |  |  | Abstract: |  In this paper, a subclass of spirallike function of type  denoted by  is introduced in the unit disc of the complex plane. We show that the Alexander transformation of class of  is univalent when  , which generalizes the related results of some authors. |   
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